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Tim Porter
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You might look at http://arxiv.org/pdf/math/0203100v1.pdf. Moerdijk defines morphisms of orbifolds on page 8. The key is to link the map on the underlying spaces, with a morphism of the corresponding orfold groupoids. (i leave you to check a few pages earlier for the definition of them.)

Notice that theythe orbifolds are also stacks, and there is an extensive literature on them! :-)

You might look at http://arxiv.org/pdf/math/0203100v1.pdf. Moerdijk defines morphisms of orbifolds on page 8. The key is to link the map on the underlying spaces, with a morphism of the corresponding orfold groupoids. (i leave you to check a few pages earlier for the definition of them.)

Notice that they orbifolds are also stacks, and there is an extensive literature on them! :-)

You might look at http://arxiv.org/pdf/math/0203100v1.pdf. Moerdijk defines morphisms of orbifolds on page 8. The key is to link the map on the underlying spaces, with a morphism of the corresponding orfold groupoids. (i leave you to check a few pages earlier for the definition of them.)

Notice that the orbifolds are also stacks, and there is an extensive literature on them! :-)

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Tim Porter
  • 9.6k
  • 1
  • 27
  • 41

You might look at http://arxiv.org/pdf/math/0203100v1.pdf. Moerdijk defines morphisms of orbifolds on page 8. The key is to link the map on the underlying spaces, with a morphism of the corresponding orfold groupoids. (i leave you to check a few pages earlier for the definition of them.)

Notice that they orbifolds are also stacks, and there is an extensive literature on them! :-)

You might look at http://arxiv.org/pdf/math/0203100v1.pdf. Moerdijk defines morphisms of orbifolds on page 8. The key is to link the map on the underlying spaces, with a morphism of the corresponding orfold groupoids. (i leave you to check a few pages earlier for the definition of them.)

You might look at http://arxiv.org/pdf/math/0203100v1.pdf. Moerdijk defines morphisms of orbifolds on page 8. The key is to link the map on the underlying spaces, with a morphism of the corresponding orfold groupoids. (i leave you to check a few pages earlier for the definition of them.)

Notice that they orbifolds are also stacks, and there is an extensive literature on them! :-)

Source Link
Tim Porter
  • 9.6k
  • 1
  • 27
  • 41

You might look at http://arxiv.org/pdf/math/0203100v1.pdf. Moerdijk defines morphisms of orbifolds on page 8. The key is to link the map on the underlying spaces, with a morphism of the corresponding orfold groupoids. (i leave you to check a few pages earlier for the definition of them.)